Differential Equations: Method of Undetermined Coefficients - Annihilator Approach

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  • Опубліковано 29 гру 2024

КОМЕНТАРІ • 15

  • @Alejandra-oq9tn
    @Alejandra-oq9tn Рік тому

    Very clear, detailed, and helpful! Thank you for posting this!

  • @muniradanish8510
    @muniradanish8510 Рік тому

    Thank you so much this lecture help me a lot

  • @TseboLiphoko
    @TseboLiphoko 8 місяців тому

    earned a subscriber thank you very very much

  • @tutoro5567
    @tutoro5567 8 місяців тому +1

    helped a lot

  • @SebastianGarcia-qo7wi
    @SebastianGarcia-qo7wi 4 місяці тому +1

    You should've included one example that actually shows the utility of the method. In all examples one can figure out the form of the particular solution just by looking at it. I'm sure the method can be really helpful but in those examples it seemed pretty pointless imo.

  • @azizkash286
    @azizkash286 Рік тому

    thank you sir

  • @nazlibegumaktas
    @nazlibegumaktas 11 місяців тому

    thank youuuuu

  • @sumairaanwar4811
    @sumairaanwar4811 2 роки тому

    Good lecturw

  • @Shhha7an
    @Shhha7an 6 місяців тому

    Thank you so much Sirr! Very clear, detailed, and helpful! I have completed my preparation for my final exam few days earlier just because of this video.

  • @SittieAinahDimangadap-mp5yp
    @SittieAinahDimangadap-mp5yp Місяць тому

    why the annihilator of 4x is D² please someone explain

    • @dr.lukeslectures7312
      @dr.lukeslectures7312  Місяць тому +1

      The annihilator is the differential operator that results in a value of zero when applied to the function. For 4x, the first derivative would be 4 and the second derivative would be zero. So, the second derivative (D^2) is the annihilator of 4x.

  • @melvinbeall9924
    @melvinbeall9924 5 місяців тому

    why is this guy not as big as he should be

  • @efm2275
    @efm2275 8 місяців тому

    lol